Τι γνώμη έχετε;

[Γιαννης Γκ]

Καλησπέρα.
Κατέχω κάποια νομίσματα (δραχμες) του 80΄. Είναι των 100, και εχουν πανω τους τον Μέγα Αλέξανδρο. Και κάποια αλλά με τον  Οδδυσέα.
Επίσης μία δραχμή με μια τρύπα των 10. Και Ένα πολύ παλιό με την κουκουβάγια και την ΑΘηνά επάνω τους.
Περιμένω εκτιμήσεις!

[yiorgos131313]

Καλησπέρα.
Κατέχω κάποια νομίσματα (δραχμες) του 80΄. Είναι των 100, και εχουν πανω τους τον Μέγα Αλέξανδρο. Και κάποια αλλά με τον  Οδδυσέα.
Επίσης μία δραχμή με μια τρύπα των 10. Και Ένα πολύ παλιό με την κουκουβάγια και την ΑΘηνά επάνω τους.
Περιμένω εκτιμήσεις!

Βαλε φιλε φωτο για να μπορεσουμε να εκτιμησουμε, δραχμες με τον οδδυσεα!!!
 μία δραχμή με μια τρύπα των 10 δεν εχω ξανακουση για τετοια νομισματα !!
Μηπως μπερδεψες το ποσειδωνα ??

[Γιαννης Γκ]

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]http://www.electacollections.com/Images/Products/Normal/1180698.jpg[
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

Ορίστε αυτά είναι με τον οδυσσέα δεν το βρισκω.

[Γιαννης Γκ]

Πάμε ξανά.
https://www.phorum.gr/fetchimg?src=aHR0cDovL3d3dy5jb2luc2FuZGJhbmtub3Rlcy5kZS9ncmVlY2UvQmlsZGVyTXVlbnplbi8yMDAwLTEwMERyYWNobWVzLmpwZw%3D%3D
https://xariseto.gr/camo/0732a6c82e4c81581af572090092344ba4283b9c/x687474703a2f2f7777772e636f696e736d616e69612e67722f636d2f6d6f6465726e2f64696d6f6372617469615f622f313937332d316472782e6a7067.pagespeed.ic.WEAnNJH0M2.jpg
Ορίστε με τον Οδυσσέα δεν τ βρίσκω άλλη στιγμή.

[Γιαννης Γκ]

[urlhttp://www.emarket.gr/uploaded/39928166/g1418755776.jpg][/url]

[Manos1234]

μαλλον μηδενικη αξια φιλε..

[Γιαννης Γκ]

Ένας γνωστός εμπειρός σε αυτά μου είπε ότι αυτό με τον μεγα αλεξανδρο κοστιζει πολλα σε δημοπρασιες...

[Smartmorpheus]

Καλα σου είπε να το πάρεις να το πας στις δημοπρασιες λοιπον.

[coll]

Εγώ εχω μια πιο συμφέρουσα λύση.
Αντί να τρέχεις σε δημοπρασίες, δωστα  στον< εμπειρο> με τίμημα ενα κερασμένο καφέ.
Εν καιρω θα με ευγνωμωνεις για την συμβουλή μου  

[sabby]

Ένας γνωστός εμπειρός σε αυτά μου είπε ότι αυτό με τον μεγα αλεξανδρο κοστιζει πολλα σε δημοπρασιες...

Φαντάσου να μήν ήταν έμπειρος...
Πάντως,με την ευκαιρία να πώ οτι έχουν ανοίξει σεντούκια-πορτοφολάκια-κουτάκια,και όλοι έχουν και απο κάποιο "θησαυρό".Στο δέ fb,παροξυσμός.1 δρχ 1959 vg,πωλείται 55€ και είναι "μόνο για γνώστες"...
Δεν αναφέρομαι στον φίλο που άνοιξε το θέμα(εκτίμηση ζήτησε ο άνθρωπος),η διαπίστωση είναι γενική και κοινή νομίζω.

[θοδωρης]

αφου εισατε αλητεζζζ και οντως κοστιζει πολλα.... σε λιγο θα εχει πμ με προσφορες απο πολλους
http://www.xe.gr/eleytheros-xronos/nomismata-xartonomismata%7Cad-283720311.html




υγ. καποιος ξεκινησε να λεει οτι εχει μεγαλη αξια,
στο τελος θα τα βαλει προς πωληση με κανα 10ευρω το καθενα,
νομιζοντας καποιοι οτι βρηκαν ευκαιριαρα θα τρεξουν....
και ο τυπος αυτος που θα τα εχει ξεφορτωθει με 10/τμχ θα εχει κανει την δουλεια του
φαντασου να εχει 100 απ αυτα και καποιος να παει να του τα σκουπισει για 10/τμχ

[ΜΙΔΑΣ]

Ένας γνωστός εμπειρός σε αυτά μου είπε ότι αυτό με τον μεγα αλεξανδρο κοστιζει πολλα σε δημοπρασιες...

Τί ηλικία έχεις Γιάννη;

[heavy-metal]

Εγώ εχω μια πιο συμφέρουσα λύση.
Αντί να τρέχεις σε δημοπρασίες, δωστα  στον< εμπειρο> με τίμημα ενα κερασμένο καφέ.
Εν καιρω θα με ευγνωμωνεις για την συμβουλή μου  

+1

[Manos1234]

πω πω τρελα μετα κατοσταρικα χαχαχαχχαχαχαχαχχαχαχ

[D.Dimitris]

Τα κατοστάρικα όμως με τον Οδδυσέα είναι ακριβά αλλά δεν του το λέτε.